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            <article class="content wrap" id="_content" data-uid="SpiceSharp.Algebra.Solve">
  
  <h1 id="SpiceSharp_Algebra_Solve" data-uid="SpiceSharp.Algebra.Solve" class="text-break">Namespace SpiceSharp.Algebra.Solve
  </h1>
  <div class="markdown level0 summary"></div>
  <div class="markdown level0 conceptual"></div>
  <div class="markdown level0 remarks"></div>
    <h3 id="classes">Classes
  </h3>
      <h4><a class="xref" href="SpiceSharp.Algebra.Solve.DenseLUSolver-1.html">DenseLUSolver&lt;T&gt;</a></h4>
      <section><p>An base class for dense linear systems that can be solved using LU decomposition.
Pivoting is controlled by the </p>
</section>
      <h4><a class="xref" href="SpiceSharp.Algebra.Solve.DenseLUSolver-1.ReorderedMatrix.html">DenseLUSolver&lt;T&gt;.ReorderedMatrix</a></h4>
      <section><p>A matrix that keeps everything synchronized for our solver.</p>
</section>
      <h4><a class="xref" href="SpiceSharp.Algebra.Solve.DenseLUSolver-1.ReorderedVector.html">DenseLUSolver&lt;T&gt;.ReorderedVector</a></h4>
      <section><p>A vector that keeps everything synchronized for our solver.</p>
</section>
      <h4><a class="xref" href="SpiceSharp.Algebra.Solve.Markowitz-1.html">Markowitz&lt;T&gt;</a></h4>
      <section><p>A search strategy based on methods outlined by Markowitz.</p>
</section>
      <h4><a class="xref" href="SpiceSharp.Algebra.Solve.MarkowitzDiagonal-1.html">MarkowitzDiagonal&lt;T&gt;</a></h4>
      <section><p>Markowitz-count based strategy for finding a pivot. Searches the whole diagonal of the submatrix.</p>
</section>
      <h4><a class="xref" href="SpiceSharp.Algebra.Solve.MarkowitzEntireMatrix-1.html">MarkowitzEntireMatrix&lt;T&gt;</a></h4>
      <section><p>Markowitz-count based strategy for finding a pivot. Search the complete submatrix.</p>
</section>
      <h4><a class="xref" href="SpiceSharp.Algebra.Solve.MarkowitzQuickDiagonal-1.html">MarkowitzQuickDiagonal&lt;T&gt;</a></h4>
      <section><p>Markowitz-based pivot search. Quickly search the diagonal for valid pivots.</p>
</section>
      <h4><a class="xref" href="SpiceSharp.Algebra.Solve.MarkowitzSearchStrategy-1.html">MarkowitzSearchStrategy&lt;T&gt;</a></h4>
      <section><p>A template for a search strategy for finding pivots. It is
used for implementing the strategy outlined by Markowitz.</p>
</section>
      <h4><a class="xref" href="SpiceSharp.Algebra.Solve.MarkowitzSingleton-1.html">MarkowitzSingleton&lt;T&gt;</a></h4>
      <section><p>Markowitz-count based strategy for finding a pivot. This strategy will search for 
singletons (rows or columns with only one element), these can be found rather cheaply.</p>
</section>
      <h4><a class="xref" href="SpiceSharp.Algebra.Solve.PivotingSolver-3.html">PivotingSolver&lt;M, V, T&gt;</a></h4>
      <section><p>A standard implementation for pivoting solvers.</p>
</section>
      <h4><a class="xref" href="SpiceSharp.Algebra.Solve.SparseLUSolver-1.html">SparseLUSolver&lt;T&gt;</a></h4>
      <section><p>A base class for sparse linear systems that can be solved using LU decomposition.
Pivoting is controlled by the <a class="xref" href="SpiceSharp.Algebra.Solve.SparseLUSolver-1.html#SpiceSharp_Algebra_Solve_SparseLUSolver_1_Parameters">Parameters</a> property. The implementation
is optimized for sparse matrices through the <a class="xref" href="SpiceSharp.Algebra.ISparseMatrix-1.html">ISparseMatrix&lt;T&gt;</a> interface.</p>
</section>
      <h4><a class="xref" href="SpiceSharp.Algebra.Solve.SparseLUSolver-1.ReorderedMatrix.html">SparseLUSolver&lt;T&gt;.ReorderedMatrix</a></h4>
      <section><p>A sparse matrix that keeps both the matrix and right hand side vector synchronized for our solver.</p>
</section>
      <h4><a class="xref" href="SpiceSharp.Algebra.Solve.SparseLUSolver-1.ReorderedVector.html">SparseLUSolver&lt;T&gt;.ReorderedVector</a></h4>
      <section><p>A sparse vector that keeps both the matrix and right hand side vector synchronized for our solver.</p>
</section>
      <h4><a class="xref" href="SpiceSharp.Algebra.Solve.Translation.html">Translation</a></h4>
      <section><p>This class can map external to internal indices and vice-versa.</p>
</section>
    <h3 id="structs">Structs
  </h3>
      <h4><a class="xref" href="SpiceSharp.Algebra.Solve.Pivot-1.html">Pivot&lt;P&gt;</a></h4>
      <section><p>Describes a pivot for reordering solvers.</p>
</section>
    <h3 id="enums">Enums
  </h3>
      <h4><a class="xref" href="SpiceSharp.Algebra.Solve.PivotInfo.html">PivotInfo</a></h4>
      <section><p>Kinds of pivots.</p>
</section>
</article>
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